AbstractThis paper gives an affirmative answer to one of D. Sarason′s questions concerning the exposed points in H1. Namely, one can infer nothing special about a from the knowledge that (a, b) is a Nehari Pair. The proof essentially uses D. Z. Arov′s concept of A-regular and A-singular j-inner matrix-functions and is based on an analysis of V. Katsnelson′s results on their regularization
Given a matrix A ∈ Cn×n there exists a nonsingular matrix V such that V−1AV = J, where J is a very ...
The aim of part I and this paper is to study interpolation problems for pairs of matrix functions of...
Abstract. For co-orientable Γ1-structures on 3-manifolds, we give a very simple proof of Thurston’s ...
AbstractThis paper gives an affirmative answer to one of D. Sarason′s questions concerning the expos...
AbstractThe classes of regular and strongly regular γ-generating matrices and J-inner matrix valued ...
Consider the matrix problem Ax = y + ε = y ̃ in the case where A is known precisely, the problem is ...
AbstractConsider the matrix problem Ax = y + ε = ỹ in the case where A is known precisely, the prob...
Consider the matrix problem Ax = y + ε = y ̃ in the case where A is known precisely, the problem is ...
The class N∞ κ consists of all generalized Nevanlinna functions N with κ negative squares for which ...
The class N∞ κ consists of all generalized Nevanlinna functions N with κ negative squares for which ...
We consider symmetric Gelfand pairs $(G,K)$ where $G$ is a compact Lie group and $K$ a subgroup of f...
AbstractThe class of left and right strongly regular J-inner mvf's plays an important role in bitang...
We consider symmetric Gelfand pairs $(G,K)$ where $G$ is a compact Lie group and $K$ a subgroup of f...
Given a matrix A ∈ Cn×n there exists a nonsingular matrix V such that V−1AV = J, where J is a very ...
Given a matrix A ∈ Cn×n there exists a nonsingular matrix V such that V−1AV = J, where J is a very ...
Given a matrix A ∈ Cn×n there exists a nonsingular matrix V such that V−1AV = J, where J is a very ...
The aim of part I and this paper is to study interpolation problems for pairs of matrix functions of...
Abstract. For co-orientable Γ1-structures on 3-manifolds, we give a very simple proof of Thurston’s ...
AbstractThis paper gives an affirmative answer to one of D. Sarason′s questions concerning the expos...
AbstractThe classes of regular and strongly regular γ-generating matrices and J-inner matrix valued ...
Consider the matrix problem Ax = y + ε = y ̃ in the case where A is known precisely, the problem is ...
AbstractConsider the matrix problem Ax = y + ε = ỹ in the case where A is known precisely, the prob...
Consider the matrix problem Ax = y + ε = y ̃ in the case where A is known precisely, the problem is ...
The class N∞ κ consists of all generalized Nevanlinna functions N with κ negative squares for which ...
The class N∞ κ consists of all generalized Nevanlinna functions N with κ negative squares for which ...
We consider symmetric Gelfand pairs $(G,K)$ where $G$ is a compact Lie group and $K$ a subgroup of f...
AbstractThe class of left and right strongly regular J-inner mvf's plays an important role in bitang...
We consider symmetric Gelfand pairs $(G,K)$ where $G$ is a compact Lie group and $K$ a subgroup of f...
Given a matrix A ∈ Cn×n there exists a nonsingular matrix V such that V−1AV = J, where J is a very ...
Given a matrix A ∈ Cn×n there exists a nonsingular matrix V such that V−1AV = J, where J is a very ...
Given a matrix A ∈ Cn×n there exists a nonsingular matrix V such that V−1AV = J, where J is a very ...
The aim of part I and this paper is to study interpolation problems for pairs of matrix functions of...
Abstract. For co-orientable Γ1-structures on 3-manifolds, we give a very simple proof of Thurston’s ...